Analysis and Applications - ISAAC 2001

1. Decay and computability.
2. Differential and pseudo-differential operators on graphs as models of mesoscopic systems.
3. Homogenization of some multiparametric problems.
4. Power geometry as a new calculus.
5. A survey of Q-spaces and Q#-classes.
6. Hyperbolically convex functions.
7. Nevanlinna theory in characteristic P and applications.
8. A new property of meromorphic functions and its applications.
9. Complex zero decreasing sequences and the Riemann hypothesis II.
10. Theory of reproducing kernels.
11. Analytic functions and analytic functionals on some balls in the complex Euclidean space.
12. Batteries and energy minimization problems.
13. Vector-valued extentions of some classical theorems in harmonic analysis.
14. Chaotic zone in the Bogdanov-Takens bifurcation for diffeomorphisms.
15. Carleman estimates for a plate equation on a Riemann manifold with energy level terms.
16. Hyperbolicity for systems.
17. Strictly hyperbolic operators and approximate energies.
18. Multiple highly oscillatory shock waves.
19. Exponential time decay solutions of Schrödinger equations and of wave equations in even dimensional spaces.
20. Inverse scattering for a small nonselfadjoint perturbation of the wave equation.